Mathematics is an incredibly rewarding subject to teach for numerous reasons. For me, the most prominent is that a mathematics instructor may encourage (or insist!) that their students ask “Why?”
Even at its most elementary levels, mathematics never demands blind faith from its students. Whether students are dividing fractions, using the quadratic formula, using integrating factors to solve first order linear differential equations, or (better yet!) formulating and proving their own conjectures, mathematics invites students to not only know a fact, but to know why a fact is a fact! In the classroom, I seek to encourage and engage students on three fronts: on knowing the mathematics of the course, on applying the mathematics of the course, and on internalizing a verification of the validity of the mathematics of the course.
In short, my desire is for successful students in my classes to know the what, the how, and the why for each method, definition, and theorem discussed in the course.If you want to know more about my teaching philosophy and approach to mathematical instruction, please see my teaching statement here.
Semester | Class |
---|---|
Fall 2018 | MATH 115: Precalculus |
Summer 2018 | MATH 242: Differential Equations |
Spring 2018 | MATH 115: Precalculus |
Fall 2017 | MATH 111: Basic College Mathematics |
Summer 2017 | MATH 142: Calculus II |
Spring 2017 | MATH 170: Finite Mathematics |
Fall 2016 | MATH 111: Basic College Mathematics |
Summer 2016 | MATH 142: Calculus II |
Semester | Class |
---|---|
Spring 2016 | MATH 141: Calculus I |
Fall 2015 | MATH 141: Calculus I |